Table 4. Parameters±SEs of the fit of hyperbolic equation with lag Eq. (2), Gompertz equation Eq. (3), Baranyi model Eq. (4) and three phase linear model Eq. (5)

T (°C) Hyperbolic with lag Gompertz Baranyi Three phase linear
55 log10Nmax=3.59±0.04 Log10CFU/cm2 A=3.46±0.05 Log10CFU/cm2 1) log10Nmax=3.462)
th=0.50±0.07 h μm=3.64±1.70 Log10CFU/cm2·h μ=3.11±0.55 Log10CFU/cm2·h
tlag=4.99±0.02 h λ=5.20±0.37 h λ=5.16±0.25 h, tmax=6.27±3.39 h
60 log10Nmax=6.13±0.11 Log10CFU/cm2 A=5.68±0.12 Log10CFU/cm2 log10Nmax=5.64±0.13 Log10CFU/cm2 log10Nmax=5.642)
th=1.12±0.15 h μm=2.45±0.47 Log10CFU/cm2·h μmax=2.33±0.39 Log10CFU/cm2·h μ=2.23±0.26 Log10CFU/cm2·h
tlag=3.99±0.05 h λ=3.99±0.25 h λ=4.00±0.26 h λ=3.94±0.17 h, tmax=6.47±0.19 h
65 log10Nmax=4.88±0.09 Log10CFU/cm2 A=4.57±0.10 Log10CFU/cm2 log10Nmax=4.56±0.11 Log10CFU/cm2 log10Nmax=4.572)
th=0.87±0.12 h μm=2.28±0.45 Log10CFU/cm2·h μmax=1.89±0.32 Log10CFU/cm2·h μ=1.78±0.22 Log10CFU/cm2·h
tlag=3.99±0.04 h λ=3.96±0.22 h λ=3.87±0.24 h λ=3.82±0.18 h, tmax=6.40±0.21 h
Baranyi model did not converge.
Calculated from μ·(tmaxλ).